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• W2952842852 abstract "Properties of the max- relative entropy of entanglement are investigated, and its significance as an upper bound to the one shot rate for perfect entanglement dilution, under a particular class of quantum operations, is discussed. It is shown that it is in fact equal to another known entanglement monotone, namely the log robustness. It is known that the latter is not asymptotically continuous and it is not known whether it is weakly additive. However, by suitably modifying the max- relative entropy of entanglement we obtain a quantity which is seen to satisfy both these properties. In fact, the modified quantity is shown to be equal to the regularised relative entropy of entanglement." @default.
• W2952842852 created "2019-06-27" @default.
• W2952842852 creator A5059808448 @default.
• W2952842852 date "2008-07-16" @default.
• W2952842852 modified "2023-09-27" @default.
• W2952842852 title "Max- Relative Entropy of Entanglement, alias Log Robustness" @default.
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